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The Pentacene Project
Organic semiconductors have gained a lot of interest during the last years, because of their usability for organic thin film transistor (OTFT) displays.
During the last 15 years, the mobility of electrons in these films, finally determining the speed of the displays, could be increased by more than a factor of 10000. This
was achieved by selecting new organic materials (Fig.2). By now, Pentacene, a compound of Carbon and Hydrogen (C22H14) seems to be the most promising
material for OTFT displays. A sketch of the molecule is shown in Fig.1. But not only the material chosen influences the final speed of the assembled transistors, but
the quality and smoothness of the organic film turns out to be crucial. Pentacene molecules stand up vertical on the substrate, and the crystals they form can be rotated
relative to each other by certain angles. Each boundary between two of these crystals forms a barrier for electrons, and therefore decreases the device speed. To
understand the crystal growth of pentacene, the shape of the formed crystals, and to find supplementals that help to grow smooth and homogeneous pentacene films, a
LEEM and PEEM study on the Pentacene growth on various surfaces was performed.
Pentacene growth on glassFor display applications it is desirable, to grow thin and smooth pentacene films on a glass substrate. However, since glass is an insulating material, it appears difficult to investigate on the pentacene growth on glass with LEEM or PEEM. Usage of oxidized Si wafers provides a solution to this problem. The conductivity of a few nm thick layer of thermally grown SiO2 is high enough to allow a LEEM study, and the quality of the glass layer is high enough to investigate on the pentacene film quality. Movie 1 shows an example of Pentacene growth on such a surface. The field of view in this PEEM movie is 65µm. Pentacene reacts very sensitive to the UV light illumination, which is necessary for PEEM. Therefore images were taken only every minute, and the lamp was turned off during the remaining time. The time laps shown here was afterwards assembled from the still images.Initially no contrast is visible in the movie - the clean glass surface appears homogeneously dark. After several minutes, first pentacene islands appear. These islands are extremely small, and with further deposition tend to gain height and grow in the third dimension. This results in a rough film with a huge number of grain boundaries between the crystals and a poor film quality if one thinks of device applications. The question is, though, whether the growth of a poor film is related to the properties of the pentacene (that does not want to grow as a smooth layer), or whether glass does not provide a suitable substrate for pentacene film growth. Pentacene growth on clean Si(001)In order to solve this question, it appears promising, to perform a growth study on a clean Si surface. The preparation of clean Silicon is well known, and an atomically clean surface of the size of several mm can be routinely achieved. While the experimental parameters of Movie 2 are identical to the glass case (PEEM, field of view 65µm, images every minute), the results are very different.Initially no contrast is visible in the movie, and the silicon surface appears as a homogeneous gray area. After several minutes of deposition, Si crystals are formed, and grow slowly into the field of view. Compared to the glass case, the pentacene islands are huge, with a size of more than 30µm. But, even more interesting, the shape of the islands is changed into a fractal landscape. Compared to the glass movie, where 3 dimensional growth took place at defects, here a nice layer by layer growth is visible and allows an observation of the electronic (band) structure of the film.
The fractal dimension of Pentacene islands
The fractal dimension describes the relation between the perimeter of an object
and its area. For example, a road would have the fractal dimension d=1, since it
is a one dimensional object. The surface of a little round pond would have the
fractal dimension d=2, since it is a simple surface. The fractal dimension of a
simple building, like here the Empire State Building in Manhattan, would have
a fractal dimension of d=3.
This value agrees well with results from diffusion limited aggregation (DLA).
DLA describes the case, where atoms diffuse on a surface and stick to any
existing island, without further diffusion. Details and interactive
simulations for DLA can be found on several places in the WWW. In the case
of classical DLA, the fractal dimension remains forever constant. This cannot be
true for pentacene layer by layer growth. A closed layer of pentacene, of course,
has the dimension d=2, so with coarsening of the pentacene islands, the
fractal dimension changes from d=1.7 to d=2.
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